Program

PDF file of the Program is HERE (Updated on Sep. 8).

10:20-11:10 Jean-Dominique Deuschel (TU Berlin): Marginal density expansions for diffusions and stochastic volatility
11:25–12:15 Shigeki Aida (Tohoku University): Tunneling for spatially cut-off $P(\phi)_{2}$-Hamiltonians. Slide
14:00–14:50 Stefan Adams (The University of Warwick): Random field of gradients
15:10–16:00 Takao Nishikawa (Nihon University): Hydrodynamic limit for the Ginzburg-Landau $\nabla\phi$ interface model with both a conservation law and the Dirichlet boundary condition
16:20–17:10 Seiichiro Kusuoka (Kyoto University): Exponential convergence of Markovian semigroups and their spectra on $L^{p}$-spaces. Slide

9:20–10:10 Noriyoshi Sakuma (Aichi University of Education): On the law of free subordinators
10:25–11:15 Moritz Kassmann (Bielefeld University): Regularity theory for parabolic nonlocal operators
11:30–12:20 Matthias Keller (University of Jena): Essential spectra and volume growth of regular Dirichlet forms
14:00–14:50 Hirofumi Osada (Kyushu University): Infinitely dimensional stochastic equations related to Airy random point fields. Slide
15:10–16:00 Xueping Huang (Bielefeld University): Stochastic completeness of jump processes and random walks. Slide
16:20–17:10 Masaki Wada (Tohoku University): Perturbation of Dirichlet forms and stability of fundamental solutions. Slide

9:20–10:10 Harald Oberhauser (TU Berlin): Free boundary problems, viscosity solutions and applications in finance
10:25–11:15 Masatoshi Fukushima (Osaka University): Brownian motion with darning applied to KL and BF equations for planar slit domains. Slide
11:30–12:00 Yu Ito (Kyoto University): Integrals along rough paths via fractional calculus

9:20–10:10 Ryoki Fukushima (Kyoto University): Annealed Brownian motion in a heavy tailed Poissonian potentials. Slide
10:25–11:15 Kazumasa Kuwada (Ochanomizu University): Wasserstein contractions associated with the curvature-dimension condition. Slide
11:30–12:20 Marcel Schmidt (University of Jena): Global properties of Dirichlet forms in terms of Green's formula
14:00–14:50 Tomoko Takemura (Nara Women's University): Lévy measure density corresponding to inverse local time. Slide
15:10–16:00 Michael Röckner (Bielefeld University): Stochastic variational inequalities and applications to the total variation flow perturbed by linear multiplicative noise. Slide
16:20–17:10 Kazuhiro Kuwae (Kumamoto University): On spectral bounds for symmetric Markov chains with coarse Ricci curvatures. Slide

10:25–11:15 Masanori Hino (Kyoto University): Geodesic distances and intrinsic distances on some fractal sets
11:30–12:20 Makoto Nakashima (University of Tsukuba): Super-Brownian motion in random environment and heat equation with noise. Slide
14:00–14:50 Takashi Kumagai (Kyoto University): Quenched invariance principle for random walks and random divergence forms in random media on cones. Slide
15:05–15:55 René L. Schilling (TU Dresden): Some path properties of Lévy-type processes